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min=(y*b-x*a)^2+y^2*c^2+(b+(1-z)*(a-b)-x*a)^2+z^2*c^2+(b+(1-z)*(a-b)-y*b)^2+(z*c-y*c)^2;
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Licensee info: Eval Use Only0 R5 s) o. _# D; t6 Z3 T9 K
License expires: 6 APR 20255 |- ]( q+ f; w1 \" ] Y/ I
; G3 |" Q1 H1 e& H2 m Global optimal solution found.+ ?! a1 _+ ]+ v
Objective value: 148.6452
' U# m* t/ \7 T4 t0 W Infeasibilities: 0.000000+ `4 t% v; E* i( x
Total solver iterations: 5
: ]8 |1 ~* R4 j4 \ Elapsed runtime seconds: 0.92
# d/ J x) Z" H0 M7 D) I/ B Model is convex quadratic
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Model Class: QP4 R! ?# E( {" H9 U) K! Y' i" e
, g% H+ ?3 D: h" j, @. O+ e Total variables: 3, [; K a- N9 A! f5 W' {# o* u% W
Nonlinear variables: 3) ~% I) u0 Y7 c- d4 `8 _
Integer variables: 0& c5 ~5 P6 j4 i9 z" L, y2 C. ^
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Total constraints: 1
" b5 n* t3 N J' ^ Nonlinear constraints: 1
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1 T& R' t; Q3 f/ l( F$ C Total nonzeros: 3
( z7 q" U( E* O% ], U' S0 } Nonlinear nonzeros: 6+ e" ~, G7 ?/ p+ u
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Variable Value Reduced Cost
% g4 N" w6 }( |+ [( i' @4 Q- g" T8 t Y 0.6451613 0.2550979E-07
" Z: A! F+ ? r3 A6 i k0 p& f B 14.00000 0.000000
' d5 U- e2 `+ k [ h X 0.7580645 -0.6827543E-076 `, M6 z. x! y9 r" y3 V% z M
A 16.00000 0.0000003 J7 M& d+ ~+ O) L$ u& E
C 12.00000 0.000000
! j- X2 |) s8 r! j' O% A! Z Z 0.3870968 0.1606168E-08
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% Y! O: Y; W1 X; p Row Slack or Surplus Dual Price
& z# U* A9 Q1 R0 s! g5 X 1 148.6452 -1.0000007 U' J/ x% Q* r7 M6 M, w
2 0.000000 -11.38837
1 a# G+ L$ V# Q4 w3 ? 3 0.000000 4.794851& Q. _. _, s$ D! {
4 0.000000 -15.18434
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